#GLF 1.0
#D Unknown irrational
#D Population growth appears to be linear.  If you can find the rate
#D of growth, please let me know.   (It's probably irrational, and
#D probably different for even and odd generations.)   Just proving
#D that the pattern never blows up isn't quite trivial.
#D Dean Hickerson, dean@ucdmath.ucdavis.edu  6/16/91
x = -45, y = -32, width = 91, height = 63
73bo$74bo6boo$70bo3bo4booboo$71b4o4b4o$80boo3$79bo$57boo20boo$57bo15b
oo3boboo$46bobo6bobo15bo4bobo$44bo3bo6boo21boo$36bo7bo$35b4o4bo$23boo
9boobobo4bo$8boo13bo9b3obobbo3bo3bo7boo23boo$8bo25boobobo6bobo7bo22boo
boo$35b4o24boo14b4o$36bo24booboo14boo$61b4o$62boo$$53b4o$8bo43bo3bo$7b
3o46bo14b4o$6b5o44bo14bo3bo$5bobobobo38boo22bo$5boo3boo38bo19bobbo$24b
o$22b4o42boo$8bo7boo5boboo14boo24b5o$7bobo6bo4bobob3o11bobbo20boobbo4b
o$6boobo13boboo11bo24bo3b3obbo$6b3o13b4o12bo11boo16bobboo$5bobbo15bo5b
o7bo11bo18boo$5b3o21bo9bobbo$4bo3bo20b3o9boo$3bo5bo$4bo3bo5bo49boo5b4o
$5b3o7bo46booboo3bo3bo5bo$13b3o21bo24b4o8bo6bo6boo$38bo24boo8bo3bo3bo
4booboo$32bo5bo39b4o4b4o$33b6o48boo$74boo$41b3o13boo$40b5o4b4o5boo13bo
bbo7b3o$40b3oboobb6o3bo14booboo5bo3boo$43boo3b4oboo18bob5obbobobboo$5b
oo45boo20bobb3obo5bo$5bo56boo14bo3bobboo$63boo17bo$11bo22boo26bo21bo$
8b4o22bo8boo3bo6bo$oo5b4o7bo4boo7bobo10bobo8bo31boo$o6bobbo7boo3bobo6b
oo9boobbo8bo13boo14booboo$7b4o6bobo4b3o12bo8b9o12b4o13b4o$8b4o13b3o12b
o28booboo13boo$11bo12b3o8bo4bo30boo$23bobo10b5o8b4o$23boo23b6o$48b4ob
oo$52boo!
